CSS3做小三角形

aaarticlea/png;base64,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" alt="" />

上图是项目得到的图片,代码如下

 <div class="welcome">
<span>管理员:8888</span>
您的登陆时间是:2015/3/17 21:31:39
</div>

代码非常简单直接,就是一个登陆信息的展示。

前面的小三角形是用CSS3做的。CSS代码如下:

 div.welcome:before {
content:"";
border-width: 10px 0 10px 20px;
border-style:solid;
border-color:transparent transparent transparent #00BB9C;
height:;
width:;
display:block;
position:absolute;
left:-30px;
top:;
}

这里解释一下代码的意思,content可以包含空格的16进制编码如:content:"\00a0";

content在这里的作用是占位。

border-width属性来控制三角形的宽度和高度,注意这里右边的宽度为0。单位默认省略,可以投下懒。

aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJsAAACXCAIAAACNwb6gAAANp0lEQVR4nO3d+X8TZR4H8EFcTgFZkEVZVFAWXF3U3WUXj/XFvqBQbrCKggcMhxwWFRHFdV1RQLAFCi20pPdd2lJoOUq5Cr2bs7mao0eS5k5mHpI/YX8YlvVV5nnSpkkmM3ler8+PM88z832/ktdk8hwE8PlxhBSC8yvACW2wqNCCRYUWLCq0YFGhBYsKLVhUaMGiQgsWFVqwqNCCRYUWLCq0YFGhBYsKLVhUaMGiQkvoRXsddMat3h156tWn5IuSJDgPkpAmTyzU5DeY+9yAN6JNOufqkzLOaxflSUiTt+hd/BD9SKTkvF68yEciJT9EE9LwN+2AsjZVzg/R8tY+zovFi1SJrfwQBT5/zh0T5/WK8uQ1mMPEGRZR4PPnNZg5r1p0Ji5JUtgYRs5wiQKfv6DRHMd1+aItcUmSkmZLWDmHJqqoo/bNpBJ/S99IZz2gpNmCUX/Nea61D1HP9lPNZ6ck5b2Qprui5ULUYaZ2P0GRBBO6+jDrYWUtGFWyKEkSlyypbENxNh2qTx15kMnZKUl2ozPSovSFnx5w3ketOcJ6ZHlbX4yjLk4O8GTbfOTOA04m9fvrIi56+M1+otTmYfTlJNaDK9v74pK5ryxXnNVSFGdLUkM/ztSRB4vniSItSiVO6i/KoNaeZD2+SmxdHHuoi5Mll2U2RBnbTjSmjurPyXzxRlx08zAWUQa1Lo31lGppbKEuOSa9qkBxilObWTmZRFyUlfM+6iOwp99LMluMoMYfk17rsCMKKElvRXBGmShJUFuG07cyWU+8KrctOSblvOLh5ryhciCqJz3bljb6EIIz+kQZ1Du5rOfWKuzxwkVdelx6W43ilGeL08YE4IxKUQb1bgHr6deVwkRddkJar0FxKvKlA+GMVlGSoLaOoBuLWVu4qXIIDHX5CeldLerNQEeRbICcUSzKoDafY23kttqx9LhAUJefkDXpUJzKYvnpx34eIGd0izKorZWs7dRrHMtO8B51ZYoMPcpEXd4xKM6oFyUJatsouv0Ca1N3tc7lfEZddVLWakBxaqpUg+XkgyhJUNtH0+Jq1taadHxFXXVSJja6EYXSXlCfHjdoTp6IkgS1fTSQXWVtsEXvWpHCs0GEq0/Jpd0ozs4aTfrjR4Lg5I8oSVDbxwAF+x8LLXrXSv6MDF2bKpf3eBAl0l3tDJqTV6IkQe0cBzquszbbZnCt4gPq26lyBZJTX6cbCiffREmC2jkeqG6ztizuckc5akKaXGXyIopjuK7PmPTLUDh5KMqgau6yNi7tdq+J1hkW755WqM0oTuMtQ8YTQ+XkpyhJUJ9OBNpG1vblPZ61qVGHuu6MQmNBcXbd7QoJJ29FSYJKnAQ6W1i76Oj1RNUI/ffOKLRIzu7G7rNTkkLCyWdRkqB2Twb6dtZeVCbvO6cVnFsuSpKsT+/QWSlEQXqae0RTk0PFyXNRkqA+mwIMYtaONBbvu1yjbsjoMCA5e1t7RU8dCyEn/0VJgvp8KuiSsfaltXjfO8MZ6gdnO4w2GlEKk9gUck5BiJIEtecp0K1g7U5vpdand0Se8yORstuO4jRLzVnTj4ecUyiiJEHtmQZ6lKw9GmzUBxkRRd2YqexxoDgtckvWMyfCwSkgUZKgvpwOTBrWTrvsdMRmHG/KUpqcqLn1fR192c+mhIlTWKIkQX31LDDrWPvtcdAbM8OOujlbZXYhOVXW7Blh5BScKElQ+2bCUHsd9KasMKJuzVFZkJxWrS3n+VNh5RSiKElQXz8P+gysvZucYHO2Khycn+Sq0QuZ2HT23D+khptToKIkQe2fDWzdrBdgcYGtOSFG3ZGntnruoTnz5kSCU7iiJEF9OwfYelivweoGn+SqQ8W5q0BjQ3LaDY78P56ODKegRUmC+u5FYO9l/9B47u3IDwFqYqHG7kVxOrpdBS+diRin0EVJgvr3XOBkn+9u99z7tEAzFM7dRRonheJ09rgKX06PJGcMiJIE9Z9XgYt9IqbDey+xMEjUL4q1TsqH4ux1Ff05I8KcsSFKEtQPf4GhOinfF8XawXJ+WRqA02XxFP31bOQ5Y0aUJKgf/w7c7LP4nJRvb2nnwDm/Kut00yhOd5+35G8iTjhjSZQkqIOvAQ/7fAQ37fuqbECoX5/r9IBAnPMzueKMMVGSoA69ATzsw9g9wLe/XIfm/LZCF4DT5i17M5tDztgTJQn6yAIE6s81Rhjnz5eMaE6Pgyp7K4dbzlgUpUiC/mUhoKBD2lv0rsM1xo2ZypUpshUpso9FykPVhoCr2nqc9LkFuZxzxqgoRRJ0UhygUaO5BhWPk65YlM+5ZUyLUiRBH4sPCarXDSqXFHAOiUUJiiTolJVDRKW84PzSQs4VseivUM+8PxTR6oQyzgmxaP8A+bXg7kV7Qc25HxYN5cf00vpyzv2wKFu+mRXcveQ8d5JzPyzKlh1jg7uXIBZJwKKREX0MiwpLNOhv3Zn4WzcqRen0DcHdS826c5z7YVGWwBbsCBhNlYpzPyz60AcUv2EQkih9fBl+CygcUTppccje1MfjN/Vch/5lIaBQ6woNKh4nXRGH/03jkPPIP4EXtYhbcKj4H2+OOA+/CRuVwqTK0JBw7cDvi94fkRU/Iiv+6eIN6+p+umhoGhAqHpUS6Rx8DcHpAvTb134gRItYs7b2BxdAzdwGeORYpPPTfNiQXeDzOwG1+NI3ME4mC2v2OWnU2ifA53f3eUtfz8Ki4c+BebBh9cDnd9DehTX70JxMFlTvtdMBHqnwCOzwBz71Bfj8dtqzoHrvQDiZvHHxc1ug52SXxVOMZ0mEK9+/DJuexnD+4+KegXMymV+V2EcFGO/pNLnxTKYw5LuXgN0Euxgr5X79wmeD5WQy7/wuszfAZp94tmGo868XYNO8gc9v8brmVyUGx8nklcrtvR7UtjsMasGf8IzgkGT/HNhSDMDnN3ud887vGgonk7kV27o9qH0Igc9vNzrxrP0h55tZwGqEXYPJ63i1csfQOZm8VL7V6EZt/Qp8frvekfdCGhYNNvtmAosedgE9Hvvcik9Cxclkdtkmgwv68MXEprPnzsar3wQR+LJjwOfvctvmVmwLLSeTWaUbdS4z+t6tWlvuLLxC1aCy92lg0sK6NrqtL5ZvCQcnk+dKP9Y6oc/V91HV1nCPThKQ6J5poFcF69fgsswu2xQ+TiYzSj5UOaBP10z68EqPA+OELrELfH6dyzyrdGO4OZk8U7yhw96FLoJFEUZUQYh+PhV0yWE9ap2m50o/jgwnk+lF6+V26JM2E7MMr5gMy2dTgFEC607t6JlR8mEkOZk8VfiexAp9QGNiEpsyp+FVzfsFvp0E8PmVju5nijdEnpPJ1MJ17dZOdDV62/DOA/04da2wjhT2rulF67niZDKl4J3WPuizNxO8O8j/8ulEoIWOFJHZDNOK3ueWk8nk/IQmizoAKt7BB7F1GvD5xVbdk4XrOLd8kEn5a++aleiyxPYuWzvHA1U9rP12a+fvCt7lXLFfJuatqTdBf1wxMd6OzZ3wdo4DHTdgjbf2aZ8oeIdzP9ZMyF19s5d9p6EHMdyItd0q4dsEA5+/0ayanP8253KIjM9dVdcD/aHFRF+nS594NDZEt48GslpYs3dMHZPy13JuFjDjclfWdkN/bt1HrY2FXZ+3j6Yll2Bt1psUE/PWcK41wIzNWXGlqw1dJaHvzL5tFN1+AdbgzV7ZhNzVnDsNKmNyll8ysm+e+iDai+oz44NZFSDqRbeOoNvOw1qr65GMz13FuVAQGZ29PODMC02VKoilHqJbdOsIuqUc1tTV7vZxuSs5txkK6nl9A7pc6grlYFGjWHTrCLqxGNbO5a7WsTkrOFcZYkZmL63Q30FXTFkiHxRqtIpueZRuKIQ1Um1sGp29nHOP0KBmLS3T3UYXraNIljb2MJ9Ftwyn7+TBWjivbxAMJ5MRWfElnTfRdVMUSNPGHOKn6Jbh9K1M2OkV+jujspdxbhAO1ELtdXTp5NnigaBGmeiW4fSNdNi5ZbrbI7OWcl79MOU3WUvyNAFWEZWK2gKiRpPo5mF03WnYicXamyOy4jmve1jzaOaSbPVVdAEl6a2po3ghunkYXXsSdla+pk7wnEyGZy4WqS6jayhOa4Gijoq86K4J7JyXk2Gn5KhrH81cwnmtI4maoaxBl7EtpYkVVfTksYiLfv/Kw6J0zVHY8ZmqK8MzF3Ne5cijpikuoivZktTwMGrZWzmRFqVL9/XnrD4MOzhDWRODnEweyYw7Ka8KgHr0bj/RpsPQsQDhEgVWI7Vz/P85qw7AjkxTXIxZTibDRHHHZZXoejYdqn/AmTntmMsS/LJbwYr6/LS4mto3k9r1OF2bAjsmRX5+mCiO85pynmGiuCQp9M02E8mZVtHU5Lw5qYa6ACOEwyUaMMmycsz5a9QjktLwVTvsokclpZjzYdSD4iJeih4SF2NOWA60F/BM9EB7AedVi/J83wb9AyPqRNMUFzmvFy8S8Ok3WkR5MZIvGjIxbw0/RCM8xZO/mVHyIT9Er3S1Tc5P4LxeUZ7xuatqjM38EAU+f4/H/mN74WsXdmPafpmQu/rVyh17m87qA62xE12iONwGiwotWFRowaJCCxYVWrCo0IJFhRYsKrRgUaEFiwotWFRowaJCCxYVWrCo0IJFhRYsKrRgUaHlv9V1qlPW5TjwAAAAAElFTkSuQmCC" alt="" />

如图内容已经小的不能再小了,而边框却很大,这样一来就有了差不多如图的效果。PS:图片有点夸张

这里的右边框的宽为0则紫色部分去掉:

aaarticlea/png;base64,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" alt="" />

又因为上下边框的宽度各为左边框的1/2,也就是说上下边框相加等于左边框的宽度。

aaarticlea/png;base64,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" alt="" />

这样一个高等于宽的三角形就出来了。

然后又把上下边框的颜色设置为透明 transparent,隐藏了上下边框

至于定位什么的大家都懂的就不说了。

上一篇:SqlExcel使用文档及源码


下一篇:【opencv基础】detectmultiscale函数详解